The maximum bowling speed of 33 players and the cricket coaching centre is the given below in the table find the model bowling speed of the player

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Solution

From the table
modal class will be $100 - 115$
Lower limit of modal class $l = 100$
height of the class is $115 - 100 = 15$
Frequency of modal class is $f_{m} = 11$
Frequency preceding to modal class is $f_{1} = 9$
Frequency succeeding to modal class is $f_{2} = 8$
Modal bowling speed is $l + (\frac{f_{m} - f_{1}}{2 f_{m} - f_{1} - f_{2}}) \times h = 100 + 15 \times (\frac{11 - 9}{22 - 9 - 8}) = 100 + 3 (2) = 106$

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Similar questions

Bowling speed (kms/hr)	85 - 100	100 - 115	115 - 130	130 - 145
No. of Players	9	11	8	5

Bowling speed (km/hr)	85-100	100-115	115-130	130-145
No. of players	9	11	8	5

Speed in km/h	85-100	100-115	115-130	130-145
No. of players	10	4	7	9

\begin{matrix} S p e e d (i n k m / h) & 85 - 100 & 100 - 115 & 115 - 130 & 130 - 145 N u m b e r o f p l a y e r s & 11 & 9 & 8 & 5 \end{matrix}

\begin{matrix} S p e e d (i n k m / h) & 85 - 100 & 100 - 115 & 115 - 130 & 130 - 145 N u m b e r o f p l a y e r s & 11 & 9 & 8 & 5 \end{matrix}

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